2002International Linear ColliderOpen access

Observation of Non-linear Effects in the Synchrotron Tune at LEP

Anke-Susanne Müller, J. Wenninger

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Abstract

For the purpose of energy calibration of LEP 2, the synchrotron tune was measured as a function of total accelerating voltage.Since the synchrotron tune also depends on energy loss, this method can be used to extract the beam energy with a very good precision.In the last year of LEP running, the synchrotron oscillations were excited with RF phase noise during the measurements, and a frequency shift was observed.The generic description of the oscillation does not account for large amplitudes.A higher-order approximation reveals a frequency correction to be added to the model if the oscillation enters the nonlinear regime.This paper presents the observations and compares the measurements with the extended model.

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For the purpose of energy calibration of LEP 2, the synchrotron tune was measured as a function of total accelerating voltage.Since the synchrotron tune also depends on energy loss, this method can be used to extract the beam energy with a very good precision.In the last year of LEP running, the synchrotron oscillations were excited with RF phase noise during the measurements, and a frequency shift was observed.The generic description of the oscillation does not account for large amplitudes.A higher-order approximation reveals a frequency correction to be added to the model if the oscillation enters the nonlinear regime.This paper presents the observations and compares the measurements with the extended model.

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Available abstract

For the purpose of energy calibration of LEP 2, the synchrotron tune was measured as a function of total accelerating voltage.Since the synchrotron tune also depends on energy loss, this method can be used to extract the beam energy with a very good precision.In the last year of LEP running, the synchrotron oscillations were excited with RF phase noise during the measurements, and a frequency shift was observed.The generic description of the oscillation does not account for large amplitudes.A higher-order approximation reveals a frequency correction to be added to the model if the oscillation enters the nonlinear regime.This paper presents the observations and compares the measurements with the extended model.

Key concepts: Synchrotron, Amplitude, Oscillation (cell signaling), Physics, Calibration, Energy (signal processing), Noise (video), Computational physics

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